Information geometric regularization of the 1D pressureless Euler equations admits global strong solutions that converge to entropy solutions as α→0.
Sur la g´ eom´ etrie diff´ erentielle des groupes de lie de dimension infinie et ses applications ` a l’hydrodynamique des fluides parfaits
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Information geometric regularization of unidimensional pressureless Euler equations yields global strong solutions
Information geometric regularization of the 1D pressureless Euler equations admits global strong solutions that converge to entropy solutions as α→0.